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The mass and heat balances equations were solved with the orthogonal collocation method on finite elements.
Two refinements of Galerkin's method on finite elements were evaluated for the solution of population balance equations for precipitation systems.
The orthogonal collocation method on finite elements is employed to convert the MIDO problem into a mixed-integer nonlinear programming (MINLP) problem.
For speeding up the algorithm, the simultaneous method on finite elements is used to lower the dimensions of the MIQP problem.
This article presents an application of data mining method on finite element data and crashworthiness result data of an occupant restraint system.
The model was solved by the Runge-Kutta׳s method with 8th order of convergence and its discretization was performed by a new modification of the orthogonal collocation method on finite elements.
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The phenomenon was verified using numerical simulation method based on finite difference method.
In present work, a numerical method based on finite volume method was carried out to study the characteristics of thermal compressor.
For this purpose, a training set is generated by using a numerical method based on Finite Element Method (FEM) for several of common insulators with different geometries.
In this study, a numerical method based on finite element method (FEM) is developed to simulate the heat flow generated by laser spot source and investigate the relationship between crack size and temperature distribution.
In order to conform to dimensional tolerances, an efficient numerical method, displacement iterative compensation method, based on finite element methodology (FEM) was presented for the wax pattern die profile design of turbine blades.
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